Download A Theory Of Ether, Particles And Atoms: Introduction To The by Igor Makarov PDF

By Igor Makarov

This can be an self sustaining basic learn in physics introducing the reform of recent physics. In 1996-2005, it used to be released in elements in medical journals; in 2007 it was once revealed privately in Britain and registered within the British Library; in 2008 it used to be registered at the Copyright workplace of the Library of Congress. The publication comprises 129 pages measurement A5. it's intendent for pro physicists and will be of curiosity to scientists and scholars generally.

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Additional resources for A Theory Of Ether, Particles And Atoms: Introduction To The Reform Of Modern Physics (Volume 1)

Sample text

That boundary is self-conjugate in a sense: not only does it scatter centrifugal photons, but, due to the exchange interaction with vacuum, produces, with the same probability, centripetal photons , thereby creating the effect of photon reflection from the boundary. Therefore, the reflection in the self-consistent cloud exists due to the exchange interaction with vacuum. In its turn, the exchange interaction with vacuum exists due to the above reflection which, degrading through the scattering of photons, gives rise to the above interaction.

8), where the real, symmetric matrices A, B, Г correspond, apparently, to the above 2 subsystems, while the vectors d Φ dΦ , ,Φ dt 2 dt correspond to their respective agents. These subsystems and agents may be called, in a generalized sense, those of inertia, dissipation, and elasticity, respectively. The existence in the hydrogen atom of such subsystems and their agents, called quarks and gluons, respectively, has been established experimentally. The neutron, which is also an organized system, should also have similar subsystems and agents, which, indeed, has been confirmed experimentally; however, they are not developed to the same extent as in the atom and cannot be described by matrices and vectors, except only symbolically.

8), where the real, symmetric matrices A, B, Г correspond, apparently, to the above 2 subsystems, while the vectors d Φ dΦ , ,Φ dt 2 dt correspond to their respective agents. These subsystems and agents may be called, in a generalized sense, those of inertia, dissipation, and elasticity, respectively. The existence in the hydrogen atom of such subsystems and their agents, called quarks and gluons, respectively, has been established experimentally. The neutron, which is also an organized system, should also have similar subsystems and agents, which, indeed, has been confirmed experimentally; however, they are not developed to the same extent as in the atom and cannot be described by matrices and vectors, except only symbolically.

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